{
 "cells": [
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# Insepct first draft of ICESat-2 DEM"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {},
   "outputs": [],
   "source": [
    "import xarray as xr"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {},
   "outputs": [
    {
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       "</style><div class='xr-wrap'><div class='xr-header'><div class='xr-obj-type'>xarray.Dataset</div></div><ul class='xr-sections'><li class='xr-section-item'><input id='section-0462cc79-99f4-4197-bfdf-bc65e40cb19c' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-0462cc79-99f4-4197-bfdf-bc65e40cb19c' class='xr-section-summary'  title='Expand/collapse section'>Dimensions:</label><div class='xr-section-inline-details'><ul class='xr-dim-list'><li><span class='xr-has-index'>x</span>: 6651</li><li><span class='xr-has-index'>y</span>: 6651</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-ca2a0532-596a-4dc1-a54e-3f9b1d1cb878' class='xr-section-summary-in' type='checkbox'  checked><label for='section-ca2a0532-596a-4dc1-a54e-3f9b1d1cb878' class='xr-section-summary' >Coordinates: <span>(2)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>x</span></div><div class='xr-var-dims'>(x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>-3.325e+06 -3.324e+06 ... 3.325e+06</div><input id='attrs-026df23e-b3b4-4c93-89c7-eeb7d6839e1f' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-026df23e-b3b4-4c93-89c7-eeb7d6839e1f' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-b00c1c52-b2c8-4db3-bca5-1689a9121b98' class='xr-var-data-in' type='checkbox'><label for='data-b00c1c52-b2c8-4db3-bca5-1689a9121b98' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>polar stereographic x coordinate, 1 km resolution</dd><dt><span>units :</span></dt><dd>meters</dd><dt><span>comment :</span></dt><dd>made using psgrid function in Arctic Mapping Tools to generate coordinates in ps71; Greene, C. A., Gwyther, D. E., &amp; Blankenship, D. D. Antarctic Mapping Tools for Matlab. Computers &amp; Geosciences. 104 (2017) pp.151-157. http://dx.doi.org/10.1016/j.cageo.2016.08.003</dd></dl></div><pre class='xr-var-data'>array([-3325000., -3324000., -3323000., ...,  3323000.,  3324000.,  3325000.])</pre></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>y</span></div><div class='xr-var-dims'>(y)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>-3.325e+06 -3.324e+06 ... 3.325e+06</div><input id='attrs-c46f2bf1-5dc8-4f89-8a7a-80de35f6ba36' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-c46f2bf1-5dc8-4f89-8a7a-80de35f6ba36' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-d2c42e7d-3019-4110-b7c8-fcecfca78b67' class='xr-var-data-in' type='checkbox'><label for='data-d2c42e7d-3019-4110-b7c8-fcecfca78b67' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>polar stereographic y coordinate, 1 km resolution</dd><dt><span>units :</span></dt><dd>meters</dd><dt><span>comment :</span></dt><dd>made using psgrid function in Arctic Mapping Tools to generate coordinates in ps71; Greene, C. A., Gwyther, D. E., &amp; Blankenship, D. D. Antarctic Mapping Tools for Matlab. Computers &amp; Geosciences. 104 (2017) pp.151-157. http://dx.doi.org/10.1016/j.cageo.2016.08.003</dd></dl></div><pre class='xr-var-data'>array([-3325000., -3324000., -3323000., ...,  3323000.,  3324000.,  3325000.])</pre></li></ul></div></li><li class='xr-section-item'><input id='section-1ceacbe3-35f8-4961-8ecb-5f15832a0b4f' class='xr-section-summary-in' type='checkbox'  checked><label for='section-1ceacbe3-35f8-4961-8ecb-5f15832a0b4f' class='xr-section-summary' >Data variables: <span>(2)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span>Elevation</span></div><div class='xr-var-dims'>(x, y)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-a487db0b-8b1b-4e96-b902-1e26105dcd90' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-a487db0b-8b1b-4e96-b902-1e26105dcd90' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-451fb828-5123-4eeb-b28b-1cf1cf6b7d45' class='xr-var-data-in' type='checkbox'><label for='data-451fb828-5123-4eeb-b28b-1cf1cf6b7d45' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>ICESat-2 Digital Elevation Model, cycles 1-3; low-pass filtered using a 6km filter</dd><dt><span>units :</span></dt><dd>meters</dd><dt><span>comment :</span></dt><dd>Derived by taking the mean elevation within each 1 km grid cell.  Empty grid cells were filled with REMA elevations</dd></dl></div><pre class='xr-var-data'>[44235801 values with dtype=float64]</pre></li><li class='xr-var-item'><div class='xr-var-name'><span>Uncertainty</span></div><div class='xr-var-dims'>(x, y)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-2669c435-841b-4e91-b2b5-1acc7f50f60c' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-2669c435-841b-4e91-b2b5-1acc7f50f60c' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-72582287-b537-47e9-9ee7-c75fdf5d240e' class='xr-var-data-in' type='checkbox'><label for='data-72582287-b537-47e9-9ee7-c75fdf5d240e' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>ICESat-2 Digital Elevation Model Uncertainty, cycles 1-3</dd><dt><span>units :</span></dt><dd>meters</dd><dt><span>comment :</span></dt><dd>The standard deviation of all heights within the 1 km cell, divided by the square root of the total number of observations</dd></dl></div><pre class='xr-var-data'>[44235801 values with dtype=float64]</pre></li></ul></div></li><li class='xr-section-item'><input id='section-d370bc35-a551-443c-bace-1469fd03f462' class='xr-section-summary-in' type='checkbox'  checked><label for='section-d370bc35-a551-443c-bace-1469fd03f462' class='xr-section-summary' >Attributes: <span>(1)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'><dt><span>creation_date :</span></dt><dd>01-Sep-2020 14:11:13</dd></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.Dataset>\n",
       "Dimensions:      (x: 6651, y: 6651)\n",
       "Coordinates:\n",
       "  * x            (x) float64 -3.325e+06 -3.324e+06 ... 3.324e+06 3.325e+06\n",
       "  * y            (y) float64 -3.325e+06 -3.324e+06 ... 3.324e+06 3.325e+06\n",
       "Data variables:\n",
       "    Elevation    (x, y) float64 ...\n",
       "    Uncertainty  (x, y) float64 ...\n",
       "Attributes:\n",
       "    creation_date:  01-Sep-2020 14:11:13"
      ]
     },
     "execution_count": 5,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "path = \"/pl/active/nasa_smb/Data/IS2_cycle_1_2_3_DEM_draft.nc\"\n",
    "ds = xr.open_dataset(path)\n",
    "ds"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "[<matplotlib.lines.Line2D at 0x2afa4c39bac8>]"
      ]
     },
     "execution_count": 9,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "ds['Elevation'].isel(x=4000).plot()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<matplotlib.collections.QuadMesh at 0x2afa46043828>"
      ]
     },
     "execution_count": 3,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 432x288 with 2 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "ds['Elevation'].plot()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<matplotlib.collections.QuadMesh at 0x2afa46142d68>"
      ]
     },
     "execution_count": 4,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 432x288 with 2 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "ds['Uncertainty'].plot()"
   ]
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "alpine3d",
   "language": "python",
   "name": "alpine3d"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.6.10"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 4
}
